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Integral Manifolds Of Singularly Perturbed Systems With Application To Rigid-Link Flexible-Joint Multibody Systems

机译：奇异摄动系统的积分流形及其在刚 - 柔性 - 联合多体系统中的应用

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Fathi Ghorbel; Mark W. Spong;
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1. Parametrized integral manifolds of singularly perturbed systems in the critical case for problems of chemical kinetics [J] . Kononenko L. I. Sibirskie elektronnye matematicheskie izvestiia: Siberian Electronic Mathematical Reports . 2019,第16期

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2. Singularly perturbed bond graph models for simulation of multibody systems [J] . A. A. Zeid, J. L. Overholt Journal of Dynamic Systems, Measurement, and Control . 1995,第3期

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3. A TOPOLOGY OPTIMIZATION APPROACH FOR MICRO-ARCHITECTURED SYSTEMS ON SINGULARLY PERTURBED PERIODIC MANIFOLDS–TWO-SCALE ASYMPTOTIC ANALYSIS AND THE INFLUENCE OF THE NETWORK TOPOLOGY [J] . Erik Kropat, Silja Meyer-Nieberg, Gerhard-Wilhelm Weber Dynamics of continuous, discrete & impulsive systems, Series B. Applications & algorithms . 2016,第3a4期

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4. Optimal control in singularly perturbed systems: the integral manifold approach [C] . Tseng, H.C., Kokotovic, . 1988

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5. Application of stochastic control and robust stability of singularly perturbed unified systems. [D] . Kim, Dongwook. 2006

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7. Parametrized integral manifolds of singularly perturbed systems in the critical case for problems of chemical kinetics [O] . L. I. Kononenko 2019

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Integral Manifolds Of Singularly Perturbed Systems With Application To Rigid-Link Flexible-Joint Multibody Systems

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